Using given information to complete the equation $c= A \cos{ \left( \frac{2 \pi}{P} \left( t-H \right) \right) }+V $ that describes the concentration, $c$, of perscribed drug in a patient's drug over time, $t$. Calculating the maximum concentration and the concentration at a specific time. 

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There's one question, which you have to get right 5 times in a row. If you get it wrong, you have to start again.

This makes more sense if the question is randomised!

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Obligatoriske oppgaver for uke 3

Use Pythagoras' Theorem to find the length of a side on a right-angled triangle.

Separable equation for integration.

First order integral.

First order integral.

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Solving first order differentials by separation of variables.

Practice question solving linear homogeneous second order differentials using the auxiliary equation method.

Practice question simplifying fractions for integration by using partial fractions.

First assessment in 2021/22 for Foundation Mathematics, counts 5% towards the module total.

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Assessment for MEC2003

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